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animal model: calculating heritability and evolvability from sire effects

2 messages · Szymek Drobniak, Pierre de Villemereuil

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Hi,

both your code and the way you calculate VA using sire variance seems
fine. In lmer residual variance is fixed as it assumes fixed
relationship between variance and mean in binomial data so I'm not
sure if simply putting this variance in your formula solves the
problem. In MCMCglmm residual variance quantifies overdispersion so as
far as I know here it's just a matter of substituting gaussian to
multinomial2.

Cheers,
sz.

--
Szymon Drobniak || Population Ecology Group
Institute of Environmental Sciences,?Jagiellonian University
ul. Gronostajowa 7, 30-387 Krak?w, POLAND
tel.: +48 12 664 51 79 fax: +48 12 664 69 12

www.eko.uj.edu.pl/drobniak
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Hi !

Concerning the 4 coefficient : you say the additive variance is 
estimated within the full-sibs of the same sire. Is that to say 
offspring of the same sire descent as well from the same dam ? In that 
case (same father and same mother), then the relationship coefficient is 
of 1/2 (2 * coefficient of coancestry of 1/4). So, I think (but I can be 
wrong) the coefficient should be 2.

If each individual descent from a different mother, then kinship is 1/4. 
So the coefficient of 4 is correct.

When estimating the heritability of a binomial trait, you have to keep 
the residual variance in the total variance. Just add the 'link 
variance' (say Vlink) such as :
h? = Va / (Va + Vr + Vlink)    (Vlink is pi?/3 for logit link and 1 for 
probit link)

Cheers,
Pierre.

Le 21/12/2011 12:18, Szymek Drobniak a ?crit :